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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 213v, page id 00068195:0426
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 212r); this page is its left half.
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lino aequatio tandem hoc orta est:
2. d.
122
tan  anti a
2a a + a+215 14 +6
2aa+a
2_ + 12 a seu 12 aFI F
ranfa +E era +6
6+ 1a +12 = 2 a F at2 12a
aa
9 = 2a a + a. + 2, 2128+ 2a a +a + r6
2 a a +4
2a a + a,
tra
ILa
a
+aa + k a + a +I.
444- 2a +4 - 4
4aa +2a + a +1
tagtra haater raata
2aaa taa + 2a6.
+12a84 +6 +124 = 1.
20 asp +10f= 4aacuat raaana
zaatat
cor aa 14aa +2a
4a4 + 24
 Y zana fast, + 246
ac
a
at 1 - 4a + 1
a
aatpa +a = aatc Faa
iraa + a +2 1.2ag +4) a
aa
d
+ 2a a t a +2 6
1o= 2aa rat+ it ra saglua va ta
2aa
vaaat 104 =, 2aa.
20 a +1 =  + + + 12a + f. vel 20 4 44, 
a
p
+1 + 12a
B a + 4 a = = seu 2a +a = 7 a7 1 a  a+ 1. y6
seu ba
1 1  =d aa aaa
SBIBEIOrHEDA ino  a = 32a = 36]6
rraI
HIAHAOVEKAHA
2a s
V
sit
222
etiam affecti dummodo ab eode
Nota on aequationes in numeris folvi possunt, ut hoc loco inventa
ista aequatione p affecta 2a + a = 7 pssunt percmiri omnes
potest percurri sertes numerorum sti qui componuntur ex qudrato qu
potestate sexti et quinti gradus ejusdem ea Aaes Serescontinnuta quantum
su
satis, est dabit si modo possibilis est aequatio nucieris, eum numerum
qui faciat Z 13 Hunc in fuiem opus est mopumeris sacole trantpa
ab vabilibus in machina quadam mrobili, uut facile quae libet sers
animo offerri possit. In lineis determinatur punctum aliquod quaesit
certo motuum compositorum gentaer
N
11
a+ 1. 4 a71
9+1,
12
u
++
4a f2
+
a 250